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This paper clarifies issues debated by A.C. Pigou and Frank Knight about correcting inefficient use of congestible resources. Instead of government-imposed Pigouvian access fees, Knight favored access fees set by private toll-setters. For concreteness, we use the original example of commuters choosing among fast, congestible roads and slower, uncongestible alternatives. We consider the case of n greater than or equal to 2 congestible roads and an uncongestible road of arbitrary speed. Knight argued that in the case of a single congestible road a private toll-setter would always choose the toll that Pigou recommended and hence the allocation would minimize aggregate commute time without government meddling. We find instead that two or more toll-setters would never choose Pigouvian tolls except in the special case of a sufficiently fast uncongestible road. Moreover, for uncongestible roads of slower speed, the allocation of motorists under Knight's proposal is almost never efficient. Whenever it is inefficient, motorists are strictly worse off when they pay tolls set by private firms instead of paying government-imposed tolls, and aggregate toll revenue is also lower. Nevertheless, if the private sector does set tolls, the full cost to motorists can be limited if the government provides an uncongestible alternative, such as a train, to offer potential competition along the same route.
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